AlgEquiv 📖 | CompData | 1035 mathmath: FiniteField.Extension.frob_apply, MvPolynomial.pUnitAlgEquiv_symm_monomial, Algebra.PreSubmersivePresentation.jacobian_ofAlgEquiv, PowerSeries.IsWeierstrassFactorizationAt.algEquivQuotient_apply, Ideal.quotientEquivAlgOfEq_coe_eq_factorₐ, Polynomial.Gal.galActionHom_restrict, AdjoinRoot.algEquivOfAssociated_apply_root, Subalgebra.mulMap_comm, Algebra.TensorProduct.algEquivOfLinearEquivTripleTensorProduct_apply, Matrix.toLinAlgEquiv_one, SkewMonoidAlgebra.domCongr_support, InfiniteGalois.normal_iff_isGalois, PowerSeries.IsWeierstrassFactorizationAt.algEquivQuotient_symm_apply, AlgEquiv.coe_restrictScalars_symm, AlgEquiv.moduleEndSelfOp_apply_apply, AlgEquiv.toAlgHom_toRingHom, LinearMap.toMatrixAlgEquiv'_mul, AlgEquiv.leftInverse_symm, MvPolynomial.pUnitAlgEquiv_apply, AlgEquiv.refl_toRingHom, FractionalIdeal.mapEquiv_apply, Polynomial.algEquivCMulXAddC_apply, AlgEquiv.coe_adjoinSingletonEquivAdjoinRootMinpoly_symm, galRestrict_symm_algebraMap_apply, Ideal.Quotient.map_ker_stabilizer_subtype, AlgEquiv.opOp_apply, Algebra.TensorProduct.prodRight_tmul_fst, IsLocalization.algEquiv_symm_mk', Quaternion.snd_imJ_dualNumberEquiv_symm, Ideal.exists_comap_galRestrict_eq, MvPolynomial.support_finSuccEquiv, MvPolynomial.rTensorAlgEquiv_apply, MvPolynomial.mem_image_support_coeff_finSuccEquiv, IsGalois.card_aut_eq_finrank, MvPolynomial.comapEquiv_symm_coe, NumberField.IsCMField.zpowers_complexConj_eq_top, IntermediateField.coe_algebraMap_over_bot, Polynomial.toAlgHom_taylorEquiv, autAdjoinRootXPowSubCEquiv_root, AlgEquiv.one_apply, Ideal.ramificationIdx_comap_eq, Matrix.compAlgEquiv_apply, minpoly.algEquiv_apply, Algebra.isInvariant_of_isGalois, Complex.real_algHom_eq_id_or_conj, FractionalIdeal.map_one_div, Submodule.coe_mapAlgEquiv_symm_apply, Polynomial.Gal.restrict_smul, AlgEquiv.subsingleton_right, DoubleQuot.coe_quotQuotEquivQuotOfLEₐ_symm, IntermediateField.adjoinRootEquivAdjoin_symm_apply_gen, NumberField.InfinitePlace.nat_card_stabilizer_eq_one_or_two, Algebra.IsPushout.equiv_symm_algebraMap_left, DirectSum.decomposeAlgEquiv_symm_apply, Ideal.coe_smul_primesOver_mk_eq_map_galRestrict, NumberField.InfinitePlace.isUnramified_iff_card_stabilizer_eq_one, AdicCompletion.of_ofAlgEquiv_symm, Polynomial.fiberEquivQuotient_tmul, LinearEquiv.algEquivOfRing_apply, MvPolynomial.optionEquivLeft_C, AlgEquiv.toOpposite_apply, LinearMap.toMatrixAlgEquiv_comp, Algebra.TensorProduct.congr_symm_apply, AlgEquiv.isTranscendenceBasis_iff, MvPolynomial.optionEquivLeft_X_some, AlgEquiv.toRingEquiv_toRingHom, Subalgebra.equivOfEq_apply, IsPrimitiveRoot.adjoinEquivRingOfIntegersOfPrimePow_apply, MvPolynomial.pUnitAlgEquiv_symm_apply, Polynomial.quotientSpanXSubCAlgEquiv_symm_apply, LinearEquiv.conjAlgEquiv_symm_apply_apply, InfiniteGalois.isOpen_and_normal_iff_finite_and_isGalois, AlgEquiv.toOpposite_symm_apply, isConjRoot_of_algEquiv, AlgEquiv.coe_ringEquiv', MulSemiringAction.toAlgEquiv_injective, CliffordAlgebraDualNumber.equiv_symm_eps, minpoly.exists_algEquiv_of_root', Ideal.inertiaDeg_comap_eq, IsAdjoinRoot.algEquiv_algEquiv, MvPolynomial.natDegree_finSuccEquiv, StandardEtalePresentation.toPresentation_algebra_smul, IsSymmetricAlgebra.equiv_apply, IsFractionRing.fieldEquivOfAlgEquivHom_apply, FiniteField.frobeniusAlgEquivOfAlgebraic_apply, InfiniteGalois.normalAutEquivQuotient_apply, IsLocalization.algEquiv_apply, NumberField.InfinitePlace.exists_smul_eq_of_comap_eq, AlgEquiv.apply_smulCommClass', AlgEquiv.linearEquivConj_mulLeft, IsAdjoinRoot.adjoinRootAlgEquiv_symm_apply_eq_mk, Algebra.TensorProduct.prodRight_symm_tmul, Localization.algEquiv_apply, IsGaloisGroup.mulEquivAlgEquiv_apply_symm_apply, isConjRoot_iff_exists_algEquiv, Localization.algEquiv_mk', PowerBasis.quotientEquivQuotientMinpolyMap_apply, MvPolynomial.comapEquiv_coe, IntermediateField.botEquiv_symm, Polynomial.pUnitAlgEquiv_symm_toPowerSeries, AlgEquiv.op_apply_apply, Normal.minpoly_eq_iff_mem_orbit, adjoinRootXPowSubCEquiv_symm_eq_root, AlgEquiv.ofInjective_apply, ULift.algEquiv_apply, Quaternion.snd_re_dualNumberEquiv_symm, IsGalois.card_fixingSubgroup_eq_finrank, Ideal.Quotient.algEquivOfEqMap_apply, MvPolynomial.optionEquivLeft_apply, MvPolynomial.totalDegree_coeff_finSuccEquiv_add_le, AlgebraicGeometry.localRingHom_comp_stalkIso_apply, LinearMap.toMatrixAlgEquiv_toLinAlgEquiv, autEquivZmod_symm_apply_natCast, AlgEquiv.coe_inv, InfiniteGalois.mem_bot_iff_fixed, FiniteGaloisIntermediateField.mem_fixingSubgroup_iff, AlgEquiv.symm_apply_eq, CliffordAlgebra.equivBaseChange_symm_apply, AlgEquiv.prodQuotientOfIsIdempotentElem_apply, matPolyEquiv_map_smul, Quaternion.imJ_fst_dualNumberEquiv, StarAlgEquiv.coe_toAlgEquiv, NumberField.InfinitePlace.IsUnramified.stabilizer_eq_bot, MvPolynomial.supportedEquivMvPolynomial_symm_X, SkewMonoidAlgebra.domCongrAlg_apply, DoubleQuot.quotQuotEquivQuotOfLEₐ_symm_toRingEquiv, integralClosure_map_algEquiv, autAdjoinRootXPowSubCEquiv_symm_smul, matPolyEquiv_diagonal_X, Algebra.TensorProduct.piScalarRight_tmul, AlgEquiv.isSeparable_iff, NumberField.InfinitePlace.card_stabilizer, IsGalois.mem_range_algebraMap_iff_fixed, AdjoinRoot.algEquivOfAssociated_root, Algebra.TensorProduct.comm_comp_map_apply, AlgEquiv.restrictNormalHom_surjective, RingCon.coe_comapQuotientEquivRangeₐ_mk, IsUltrametricDist.invariantExtension_apply, Algebra.trace_eq_of_algEquiv, PowerBasis.equivAdjoinSimple_symm_aeval, MvPolynomial.optionEquivRight_C, InfiniteGalois.toAlgEquivAux_eq_proj_of_mem, Polynomial.Bivariate.Polynomial.Bivariate.pderiv_one_equivMvPolynomial, NumberField.InfinitePlace.smul_apply, Algebra.TensorProduct.assoc_tmul, FiniteField.orderOf_frobeniusAlgEquivOfAlgebraic, MvPolynomial.degreeOf_coeff_finSuccEquiv, NumberField.RingOfIntegers.withValEquiv_symm_apply, AlgEquiv.pow_toLinearMap, AlgEquiv.coe_refl, InfiniteGalois.krullTopology_mem_nhds_one_iff_of_isGalois, AlgEquiv.toAlgHom_op, Quaternion.imI_fst_dualNumberEquiv, FiniteField.coe_frobeniusAlgEquivOfAlgebraic, LinearMap.toMatrixAlgEquiv'_id, LinearEquiv.conjAlgEquiv_apply, Ideal.quotientEquivAlgOfEq_coe_eq_factor, FiniteField.card_algEquiv_extension, NumberField.ComplexEmbedding.IsConj.coe_stabilizer_mk, AlgEquiv.symm_toEquiv_eq_symm, MvPolynomial.nonempty_support_finSuccEquiv, Algebra.TensorProduct.algEquivIncludeRange_symm_tmul, AlgEquiv.adjoinSingletonEquivAdjoinRootMinpoly_symm_toAlgHom, AdjoinRoot.quotEquivQuotMap_symm_apply_mk, IsCyclotomicExtension.isMulCommutative, Algebra.TensorProduct.leftComm_tmul, StarAlgEquiv.toAlgEquiv_injective, AlgEquiv.prodCongr_apply, AlgEquiv.aut_inv, Polynomial.Bivariate.aveal_eq_map_swap, AlgEquiv.quotientBot_mk, AlgEquiv.ofBijective_symm_apply_apply, Ideal.Quotient.stabilizerHom_surjective, AlgEquiv.toAlgHom_eq_coe, isConjRoot_of_algEquiv₂, Polynomial.Bivariate.swap_apply, LinearMap.toMatrixAlgEquiv_apply, LocallyConstant.congrRightₐ_apply_apply, AlgEquiv.aut_one, Polynomial.Gal.restrictDvd_def, InfiniteGalois.fixingSubgroup_fixedField, AlgEquiv.isTranscendenceBasis, Algebra.Presentation.quotientEquiv_symm, MvPolynomial.eval₂_const_pUnitAlgEquiv_symm, MvPolynomial.support_finSuccEquiv_nonempty, Algebra.IsQuadraticExtension.isMulCommutative_galoisGroup, isCyclic_of_isSplittingField_X_pow_sub_C, NumberField.IsCMField.orderOf_complexConj, Matrix.toLinAlgEquiv_mul, MvPolynomial.degree_optionEquivLeft, Normal.algHomEquivAut_symm_apply, IsPrimitiveRoot.adjoinEquivRingOfIntegers_symm_apply, IntermediateField.fixingSubgroup_top, Algebra.TensorProduct.lid_tmul, PowerBasis.quotientEquivQuotientMinpolyMap_apply_mk, NumberField.InfinitePlace.smul_eq_comap, Algebra.TensorProduct.tensorTensorTensorComm_symm_tmul, coe_galRestrict_apply, AlgEquiv.equivCongr_symm, NumberField.InfinitePlace.smul_mk, matPolyEquiv_coeff_apply_aux_1, LocallyConstant.congrRightₐ_symm_apply_apply, IsPrimitiveRoot.autToPow_eq_modularCyclotomicCharacter, AlgEquiv.default_apply, MvPolynomial.optionEquivRight_X_none, Subalgebra.mopAlgEquivOp_symm_apply, spectralNorm_eq_iSup_of_finiteDimensional_normal, TensorAlgebra.equivFreeAlgebra_symm_ι, LinearMap.detAux_def, AlgEquiv.ext_iff, matPolyEquiv_symm_apply_coeff, CommAlgCat.algEquivOfIso_apply, PiTensorProduct.constantBaseRingEquiv_symm, LinearMap.toMatrixAlgEquiv_id, AlgEquiv.equivCongr_apply, Polynomial.toMvPolynomial_eq_rename_comp, Subalgebra.LinearDisjoint.mulMapLeftOfSupEqTop_symm_apply, IsPrimitiveRoot.coe_autToPow_apply, IntermediateField.restrictRestrictAlgEquivMapHom_apply, Module.Invertible.algEquivOfRing_apply, IsGalois.intermediateFieldEquivSubgroup_apply, Polynomial.comap_taylorEquiv_degreeLT, PowerBasis.map_gen, Quaternion.fst_imK_dualNumberEquiv_symm, CommAlgCat.isoMk_hom, QuaternionAlgebra.imK_swapEquiv_symm_apply, LocallyConstant.congrLeftₐ_apply_apply, NumberField.ComplexEmbedding.IsConj.eq, AlgEquiv.coe_pow, MonoidAlgebra.domCongr_single, StandardEtalePair.equivMvPolynomialQuotient_symm_apply, CategoryTheory.Iso.toAlgEquiv_symm_apply, IntermediateField.map_fixingSubgroup, MonoidAlgebra.scalarTensorEquiv_tmul, MvPolynomial.eval_eq_eval_mv_eval', PowerBasis.quotientEquivQuotientMinpolyMap_symm_apply_mk, AlgEquiv.sumArrowEquivProdArrow_symm_apply_inr, CommAlgCat.algEquivOfIso_symm_apply, MvPolynomial.optionEquivLeft_X_none, MvPolynomial.optionEquivRight_symm_apply, PiTensorProduct.constantBaseRingEquiv_tprod, minpoly.exists_algEquiv_of_root, AlgEquiv.op_apply_symm_apply, AlgEquiv.commutes, AlgEquiv.mopMatrix_apply, top_fixedByFinite, Subalgebra.lTensorBot_one_tmul, TensorAlgebra.equivDirectSum_apply, algebraMap_galRestrict_apply, Matrix.det_reindexAlgEquiv, IsPrimitiveRoot.adjoinEquivRingOfIntegers_apply, GradedTensorProduct.auxEquiv_comm, IntermediateField.restrictRestrictAlgEquivMapHom_surjective, NumberField.InfinitePlace.isUnramified_smul_iff, NumberField.InfinitePlace.orbitRelEquiv_apply_mk'', AddMonoidAlgebra.commAlgEquiv_single_single, TensorAlgebra.equivFreeAlgebra_ι_apply, IsAbelianGalois.toIsMulCommutative, AlgEquiv.card_le, MvPolynomial.finSuccEquiv_coeff_coeff, AlgEquiv.smul_def, AlgebraicIndependent.mvPolynomialOptionEquivPolynomialAdjoin_C', NumberField.InfinitePlace.even_card_aut_of_not_isUnramified, Localization.algEquiv_mk, MvPolynomial.commAlgEquiv_C, IsScalarTower.AlgEquiv.restrictNormalHom_comp, MulSemiringAction.toAlgEquiv_symm_apply, IntermediateField.mem_fixedField_iff, NumberField.IsCMField.complexConj_apply_apply, IsPrimitiveRoot.autToPow_injective, MvPolynomial.commAlgEquiv_X, Algebra.TensorProduct.algEquivOfLinearEquivTensorProduct_apply, MvPolynomial.optionEquivRight_X_some, IntermediateField.fixedField_antitone, Matrix.TransvectionStruct.toMatrix_reindexEquiv_prod, Algebra.TensorProduct.opAlgEquiv_apply, AlgEquiv.eq_symm_apply, AddMonoidAlgebra.domCongr_single, AlgEquiv.symm_toMulEquiv, Quaternion.imK_fst_dualNumberEquiv, AlgEquiv.coe_ringEquiv_injective, NumberField.IsCMField.coe_ringOfIntegersComplexConj, InfiniteGalois.mulEquivToLimit_symm_continuous, minpoly.algEquiv_eq, Matrix.kroneckerAlgEquiv_apply, AlgEquiv.toLinearMap_injective, IsSymmetricAlgebra.equiv_symm_comp, instTotallySeparatedSpaceAlgEquivOfIsIntegral, AlgEquiv.ofAlgHom_symm_apply, IsAdjoinRoot.adjoinRootAlgEquiv_apply_root, IsLocalization.Away.mvPolynomialQuotientEquiv_apply, PowerBasis.equivOfMinpoly_gen, FiniteField.frobeniusAlgEquiv_symm_apply, CliffordAlgebraQuaternion.equiv_apply, Quaternion.re_fst_dualNumberEquiv, Complex.liftAux_neg_I, PowerBasis.equivAdjoinSimple_aeval, CommAlgCat.isoEquivAlgEquiv_apply, Normal.algHomEquivAut_apply, polyEquivTensor_symm_apply_tmul, InfiniteGalois.isOpen_mulEquivToLimit_image_fixingSubgroup, AlgebraicIndependent.mvPolynomialOptionEquivPolynomialAdjoin_X_some, IsGaloisGroup.of_isGalois, AdjoinRoot.quotEquivQuotMap_apply, IsAzumaya.mulLeftRight_comp_congr, MvPolynomial.mapAlgEquiv_apply, Polynomial.Bivariate.equivMvPolynomial_symm_X_0, MvPolynomial.algebraTensorAlgEquiv_symm_comp_aeval, AddMonoidAlgebra.mapRangeAlgEquiv_apply, AlgEquiv.cast_symm_apply, Matrix.TransvectionStruct.toMatrix_reindexEquiv, Ideal.Quotient.stabilizerHom_surjective_of_profinite, BialgEquiv.coe_toAlgEquiv, MvPolynomial.tensorEquivSum_one_tmul_C, NumberField.InfinitePlace.smul_coe_apply, Ideal.quotientKerAlgEquivOfRightInverse_symm_apply, CliffordAlgebraQuaternion.equiv_symm_apply, AlgHom.ker_coe_equiv, Algebra.TensorProduct.commRight_tmul, Algebra.discr_eq_discr_of_algEquiv, autEquivZmod_symm_apply_intCast, DoubleQuot.quotQuotEquivQuotOfLE_comp_quotQuotMkₐ, AlgEquiv.toAlgHom_toLinearMap, Subalgebra.topEquiv_apply, IsGalois.normalAutEquivQuotient_apply, IsGalois.normalBasis_apply, NumberField.IsCMField.complexConj_apply_eq_self, instSMulDistribClassAlgEquiv, AlgEquiv.opComm_apply_apply, IsSemisimpleRing.exists_algEquiv_pi_matrix_end_mulOpposite, MonoidAlgebra.tensorEquiv_symm_single, LinearMap.toMatrixAlgEquiv'_apply, galLiftEquiv_apply, MvPolynomial.optionEquivLeft_coeff_coeff, Matrix.charpoly.optionEquivLeft_symm_univ_isHomogeneous, Ideal.quotientKerAlgEquivOfRightInverse_apply, IsLocalization.algEquiv_comp_algebraMap_apply, IsPrimitiveRoot.associated_sub_one_map_sub_one, isConjRoot_of_algEquiv', AlgEquiv.ofLeftInverse_apply, IntermediateField.finrank_eq_fixingSubgroup_index, MvPolynomial.renameEquiv_apply, addMonoidAlgebraAlgEquivDirectSum_symm_apply, Polynomial.quotientSpanXSubCAlgEquiv_mk, Matrix.uniqueAlgEquiv_apply, AlgEquiv.restrictScalars_symm_apply, AdicCompletion.mk_ofAlgEquiv_symm, IsGaloisGroup.mulEquivAlgEquiv_apply_apply, IsFractionRing.stabilizerHom_surjective, InfiniteGalois.proj_adjoin_singleton_val, Polynomial.Bivariate.swap_Y, IsGalois.IntermediateField.AdjoinSimple.card_aut_eq_finrank, IsSemisimpleRing.exists_algEquiv_pi_matrix_divisionRing, IsPrimitiveRoot.associated_map_sub_one_map_sub_one, DoubleQuot.coe_quotQuotEquivQuotSupₐ, Subalgebra.coe_equivMapOfInjective_apply, IsFractionRing.fieldEquivOfAlgEquiv_algebraMap, NumberField.IsCMField.complexEmbedding_complexConj, NumberField.InfinitePlace.isComplex_smul_iff, AlgEquiv.apply_symm_apply, MonoidAlgebra.mapRangeAlgEquiv_apply, PowerBasis.equivAdjoinSimple_gen, AlgEquiv.ofBijective_apply, Algebra.TensorProduct.leftComm_toLinearEquiv, AlgEquiv.coe_symm_toLinearEquiv, FiniteField.frobeniusAlgEquivOfAlgebraic_symm_apply, Ideal.Quotient.stabilizerHom_apply, AlgEquiv.coe_apply_coe_coe_symm_apply, Algebra.TensorProduct.congr_apply, Polynomial.Bivariate.equivMvPolynomial_symm_C, Matrix.reindexAlgEquiv_mul, AlgEquiv.coe_mapIntegralClosure, IsIntegralClosure.algebraMap_equiv, coe_polyEquivTensor'_symm, PowerBasis.equivAdjoinSimple_symm_gen, AlgEquiv.funUnique_apply, MonoidAlgebra.commAlgEquiv_single_single, AlgEquiv.toRingEquiv_unop, groupCohomology.norm_ofAlgebraAutOnUnits_eq, IntermediateField.fixingSubgroup_le, MvPolynomial.algebraTensorAlgEquiv_symm_X, MvPolynomial.support_coeff_finSuccEquiv, Matrix.kroneckerTMulAlgEquiv_symm_apply, coe_polyEquivTensor', Ideal.Quotient.exists_algEquiv_fixedPoint_quotient_under, AlgEquiv.toUnder_inv_right_apply, Submodule.coe_mapAlgEquiv_apply, StandardEtalePresentation.equivRing_x, AlgEquiv.piCongrLeft'_apply, NumberField.InfinitePlace.ComplexEmbedding.exists_comp_symm_eq_of_comp_eq, AlgEquiv.piCongrLeft_apply, Complex.conjAe_coe, AlgEquiv.ofRingEquiv_apply, AlgEquiv.symm_toAddEquiv, IntermediateField.restrictRestrictAlgEquivMapHom_injective, AlgEquiv.symm_trans_apply, IsGalois.intermediateFieldEquivSubgroup_symm_apply_toDual, QuaternionAlgebra.re_swapEquiv_symm_apply, Quaternion.fst_imJ_dualNumberEquiv_symm, FiniteField.coe_frobeniusAlgEquivOfAlgebraic_iterate, NonUnitalSubalgebra.unitizationAlgEquiv_apply_coe, PiTensorProduct.dualDistribEquivOfBasis_apply_apply, Polynomial.Bivariate.swap_X, AlgEquiv.toLieEquiv_symm_apply, FreeLieAlgebra.universalEnvelopingEquivFreeAlgebra_apply, Ideal.Quotient.stabilizerQuotientInertiaEquiv_mk, IntermediateField.normal_iff_forall_map_le', AlgEquiv.ofLinearEquiv_apply, IsCyclotomicExtension.Rat.galEquivZMod_apply_of_pow_eq, CategoryTheory.Iso.toAlgEquiv_apply, CliffordAlgebra.reverseOpEquiv_opComm, ContinuousAlgEquiv.coe_toAlgEquiv, MulSemiringAction.toAlgEquiv_toEquiv, Polynomial.algEquivAevalNegX_symm_apply, Shrink.algEquiv_apply, AlgEquiv.symm_comp, Localization.algEquiv_symm_mk', IsAdjoinRoot.adjoinRootAlgEquiv_apply_eq_map, RingCon.congrₐ_mk, AlgEquiv.cast_apply, AlgEquiv.toLinearMapHom_apply_apply, IsSimpleRing.exists_algEquiv_matrix_divisionRing_finite, IntermediateField.fixingSubgroup_antitone, InfiniteGalois.restrict_fixedField, AlgEquiv.autCongr_symm, Matrix.dualNumberEquiv_symm_apply, Polynomial.Bivariate.equivMvPolynomial_symm_X_1, Matrix.matPolyEquiv_charmatrix, Algebra.TensorProduct.rid_tmul, galLiftEquiv_symm_apply, InfiniteGalois.instCompactSpaceAlgEquivOfIsGalois, AlgEquiv.coe_ringEquiv, AdicCompletion.ofAlgEquiv_apply, IsConjRoot.exists_algEquiv, Algebra.pushoutDesc_apply, Algebra.TensorProduct.cancelBaseChange_tmul, AlgEquiv.toRingEquiv_opOp, isIntegral_algEquiv, Quaternion.fst_imI_dualNumberEquiv_symm, AlgebraicIndependent.mvPolynomialOptionEquivPolynomialAdjoin_apply, DoubleQuot.coe_quotQuotEquivQuotSupₐ_symm, AlgEquiv.autCongr_refl, Polynomial.algEquivOfCompEqX_symm_apply, IsSymmetricAlgebra.equiv_symm_apply, AlgEquiv.toAlgHom_ofBijective, InfiniteGalois.limitToAlgEquiv_apply, MvPolynomial.mem_support_coeff_optionEquivLeft, HahnSeries.toPowerSeriesAlg_apply, Polynomial.Bivariate.swap_C_C, Matrix.toLinAlgEquiv'_apply, NumberField.InfinitePlace.isUnramified_mk_iff_forall_isConj, HahnSeries.toPowerSeriesAlg_symm_apply_coeff, Localization.algEquiv_symm_mk, Polynomial.algEquivAevalXAddC_symm_apply, Ideal.Quotient.algEquivOfEqComap_apply, AdjoinRoot.algEquivOfEq_root, MvPolynomial.universalFactorizationMapPresentation_relation, IntermediateField.adjoinRootEquivAdjoin_apply_root, IntermediateField.fixingSubgroup_isClosed, Ideal.quotientKerAlgEquivOfSurjective_apply, AlgEquiv.op_symm_apply_symm_apply, FractionalIdeal.coeFun_mapEquiv, AlgebraicIndependent.algebraMap_aevalEquiv, krullTopology_isTotallySeparated, LinearMap.toMatrixAlgEquiv'_toLinAlgEquiv', AlgEquiv.coe_restrictScalars', NumberField.InfinitePlace.isRamified_iff_card_stabilizer_eq_two, PowerBasis.equivOfMinpoly_aeval, Subalgebra.rTensorBot_tmul_one, LocallyConstant.congrLeftₐ_symm_apply_apply, Polynomial.Bivariate.swap_monomial_monomial, DoubleQuot.quotQuotEquivQuotOfLE_symm_comp_mkₐ, IsAzumaya.coe_tensorEquivEnd, AlgHom.tensorEqualizerEquiv_apply, AlgEquiv.coe_algHom_injective, IsSemisimpleRing.exists_algEquiv_pi_matrix_of_isAlgClosed, MvPolynomial.totalDegree_coeff_optionEquivLeft_add_le, NumberField.ComplexEmbedding.isConj_apply_apply, IsCyclotomicExtension.Rat.galEquivZMod_restrictNormal_apply, Finite.algEquiv, isSolvable_of_isScalarTower, AdjoinRoot.quotEquivQuotMap_apply_mk, PowerBasis.quotientEquivQuotientMinpolyMap_symm_apply, NumberField.RingOfIntegers.withValEquiv_apply, Polynomial.Bivariate.swap_map_C, MonoidAlgebra.tensorEquiv_tmul, Algebra.Presentation.tensorModelOfHasCoeffsEquiv_tmul, AlgEquiv.coe_restrictScalars, Algebra.norm_eq_prod_automorphisms, QuaternionAlgebra.coe_starAe, QuaternionAlgebra.imI_swapEquiv_symm_apply, SymmetricAlgebra.equivMvPolynomial_symm_X, Algebra.TensorProduct.comm_comp_includeRight, CliffordAlgebraComplex.equiv_symm_apply, IsSimpleRing.exists_algEquiv_matrix_end_mulOpposite, IsUltrametricDist.algNormOfAlgEquiv_apply, matrixEquivTensor_apply_single, AlgEquiv.restrictScalars_apply, RingCon.quotientQuotientEquivQuotientₐ_mk_mk, Algebra.TensorProduct.cancelBaseChange_symm_tmul, matPolyEquiv_map_C, IsLocalization.algEquiv_mk', Ideal.quotientEquivAlgOfEq_mk, Algebra.TensorProduct.comm_comp_includeLeft, NormedRing.algEquivComplexOfComplete_symm_apply, AlgEquiv.algHomUnitsEquiv_apply_symm_apply, IsAdicComplete.ofAlgEquiv_comp_liftRingHom, Algebra.isInvariant_of_isGalois', MvPolynomial.optionEquivLeft_coeff_some_coeff_none, AlgEquiv.coe_coe_symm_apply_coe_apply, BialgEquiv.toAlgEquiv_toRingHom, AlgEquiv.coe_ofBijective, instIsTopologicalGroupAlgEquiv, algEquivIsoAlgebraIso_inv, AlgEquiv.val_algHomUnitsEquiv_symm_apply, MvPolynomial.totalDegree_renameEquiv, Polynomial.Bivariate.pderiv_zero_equivMvPolynomial, MvPolynomial.isEmptyAlgEquiv_apply, AlgEquiv.refl_toAlgHom, Polynomial.Bivariate.equivMvPolynomial_X, Module.Basis.symmetricAlgebra_repr_apply, RingCon.coe_comapQuotientEquivRangeₐ_symm_mk, Algebra.TensorProduct.assoc_symm_tmul, Algebra.TensorProduct.opAlgEquiv_symm_apply, matrixEquivTensor_apply_symm, AlgEquiv.symm_apply_apply, MvPolynomial.natDegree_optionEquivLeft, FractionalIdeal.map_div, StarAlgEquiv.coe_symm_toAlgEquiv, Algebra.TensorProduct.algEquivIncludeRange_tmul, Algebra.Smooth.exists_subalgebra_finiteType, AlgEquiv.linearEquivConj_mulLeftRight, Field.nonempty_algEquiv_of_aeval_eq_zero_eq, MvPolynomial.mem_support_finSuccEquiv, Quaternion.imJ_snd_dualNumberEquiv, FractionalIdeal.map_inv, AlgEquiv.coe_toLinearEquiv, LinearEquiv.conjAlgEquiv_apply_apply, Polynomial.mapAlgEquiv_toAlgHom, LinearEquiv.algEquivOfRing_symm_apply, IsGalois.intermediateFieldEquivSubgroup_symm_apply, eval_det, AlgEquiv.toAlgebraIso_inv, FixedPoints.toAlgAut_surjective, WithLp.unitizationAlgEquiv_symm_apply_ofLp, BialgEquiv.coe_toCoalgEquiv, AlgEquiv.toUnder_hom_right_apply, IsPrimitiveRoot.adjoinEquivRingOfIntegersOfPrimePow_symm_apply, NumberField.InfinitePlace.isReal_smul_iff, Subalgebra.lTensorBot_symm_apply, Algebra.Etale.exists_subalgebra_fg, MvPolynomial.finSuccEquiv_comp_C_eq_C, DoubleQuot.coe_quotQuotEquivQuotOfLEₐ, endVecAlgEquivMatrixEnd_apply_apply, Quaternion.snd_imK_dualNumberEquiv_symm, IsAdjoinRoot.adjoinRootAlgEquiv_apply_mk, Bialgebra.TensorProduct.coalgebra_rid_eq_algebra_rid_apply, RingCon.comapQuotientEquivRangeₐ_mk, MvPolynomial.finSuccEquiv_eq, AlgEquiv.instAlgEquivClass, SymmetricAlgebra.equivMvPolynomial_ι_apply, AlgEquiv.coe_algHom, IsGalois.fixedField_top, MvPolynomial.ker_eval₂Hom_universalFactorizationMap, stabilizer_isOpen_of_isIntegral, InfiniteGalois.isOpen_iff_finite, InfiniteGalois.mem_range_algebraMap_iff_fixed, Algebra.Smooth.exists_finiteType, MvPolynomial.image_support_finSuccEquiv, Polynomial.Bivariate.aevalAeval_swap, AlgEquiv.one_toLinearMap, Subalgebra.algEquivOpMop_apply, Algebra.IsPushout.equiv_tmul, AddMonoidAlgebra.tensorEquiv_tmul, matPolyEquiv_symm_C, AlgEquiv.opComm_apply_symm_apply, Polynomial.Bivariate.equivMvPolynomial_C_X, NumberField.IsCMField.ringOfIntegersComplexConj_eq_self_iff, ContinuousAlgEquiv.toAlgEquiv_injective, PowerBasis.equivOfMinpoly_apply, Matrix.compAlgEquiv_symm_apply, IsAdjoinRoot.adjoinRootAlgEquiv_symm_apply_root, CliffordAlgebra.prodEquiv_symm_apply, MvPolynomial.renameSymmetricSubalgebra_symm_apply_coe, MvPolynomial.degree_finSuccEquiv, Polynomial.Bivariate.Polynomial.Bivariate.pderiv_zero_equivMvPolynomial, MvPolynomial.nonempty_support_optionEquivLeft, AlgEquiv.subalgebraMap_apply_coe, HahnSeries.ofPowerSeriesAlg_apply_coeff, RingCon.quotientQuotientEquivQuotientₐ_symm_mk, Polynomial.IsDistinguishedAt.algEquivQuotient_symm_apply, IsSemisimpleModule.exists_end_algEquiv, AdjoinRoot.algEquivOfEq_apply_root, Matrix.toLpLinAlgEquiv_apply_apply_ofLp, AddMonoidAlgebra.tensorEquiv_symm_single, adjoinRootXPowSubCEquiv_root, IntermediateField.map_fixingSubgroup_index, AdjoinRoot.equiv'_symm_apply, AdicCompletion.mk_smul_top_ofAlgEquiv_symm, IsLocalization.algEquiv_comp_algebraMap, IsFractionRing.algEquivOfAlgEquiv_algebraMap, AlgEquiv.toRingHom_trans, NormedRing.algEquivComplexOfComplete_apply, Matrix.toLinAlgEquiv_apply, AlgEquiv.toRingEquiv_op, DirectSum.decomposeAlgEquiv_apply, Algebra.TensorProduct.comm_symm_tmul, CliffordAlgebra.prodEquiv_apply, MvPolynomial.support_optionEquivLeft, Algebra.norm_eq_of_algEquiv, MvPolynomial.finSuccEquiv_X_succ, MonoidAlgebra.scalarTensorEquiv_symm_single, Algebra.TensorProduct.quotIdealMapEquivTensorQuot_symm_tmul, AlgEquiv.autCongr_apply, AlgEquiv.restrictNormalHom_id, galRestrict_apply, AlgEquiv.subsingleton_left, Polynomial.toFinsuppIsoAlg_symm_apply_toFinsupp, CliffordAlgebra.involuteEquiv_apply, AlgEquiv.coe_toEquiv, CliffordAlgebra.evenEquivEvenNeg_apply, AddMonoidAlgebra.domCongr_support, MvPolynomial.eval₂_const_pUnitAlgEquiv, IntermediateField.finrank_fixedField_eq_card, InfiniteGalois.toAlgEquivAux_eq_liftNormal, IntermediateField.normalClosure_def'', CliffordAlgebraComplex.equiv_apply, AlgEquiv.coe_mk, AlgEquiv.mul_apply, StandardEtalePresentation.toPresentation_σ', MulSemiringAction.toAlgEquiv_apply, Algebra.TensorProduct.piRight_tmul, matPolyEquiv_eval_eq_map, CliffordAlgebra.equivBaseChange_apply, AlgEquiv.restrictNormal_commutes, matPolyEquiv_coeff_apply, Matrix.piAlgEquiv_symm_apply, Module.Basis.tensorAlgebra_repr_apply, NumberField.InfinitePlace.comap_smul, NumberField.InfinitePlace.not_isUnramified_iff_card_stabilizer_eq_two, IntermediateField.topEquiv_symm_apply_coe, MvPolynomial.optionEquivRight_apply, MvPolynomial.finSuccEquiv_apply, Ideal.coe_smul_primesOver_eq_map_galRestrict, Subalgebra.lTensorBot_tmul, MvPolynomial.tensorEquivSum_X_tmul_X, AddMonoidAlgebra.curryAlgEquiv_symm_single, IsFractionRing.fieldEquivOfAlgEquivHom_injective, AlgEquiv.prodUnique_apply, AlgEquiv.prodQuotientOfIsIdempotentElem_apply_snd, NormedAlgebra.Real.nonempty_algEquiv_or, Subalgebra.topEquiv_symm_apply_coe, AlgEquiv.toAlgHom_unop, AlgEquiv.moduleEndSelf_apply_apply, FiniteGaloisIntermediateField.adjoin_simple_map_algEquiv, Quaternion.coe_starAe, Ideal.Quotient.ker_stabilizerHom, CommAlgCat.isoEquivAlgEquiv_symm_apply, IntermediateField.normal_iff_forall_map_eq', Localization.coe_algEquiv, AdicCompletion.mk_ofAlgEquiv_symm_eq_evalOneₐ, MvPolynomial.algebraTensorAlgEquiv_symm_map, IntermediateField.intermediateFieldMap_apply_coe, AlgEquiv.rightInverse_symm, IntermediateField.topEquiv_apply, QuaternionAlgebra.imJ_swapEquiv_symm_apply, MvPolynomial.tensorEquivSum_C_tmul_one, AlgEquiv.ofLinearEquiv_symm, Matrix.toLinAlgEquiv_self, Matrix.kroneckerAlgEquiv_symm_apply, MvPolynomial.sumAlgEquiv_apply, PowerBasis.equivOfRoot_apply, Algebra.IsQuadraticExtension.isCyclic, Ideal.quotientKerAlgEquivOfSurjective_symm_apply, polyEquivTensor_apply, FreeLieAlgebra.universalEnvelopingEquivFreeAlgebra_symm_apply, LaurentPolynomial.invert_apply, Polynomial.Gal.restrict_surjective, Ideal.quotientKerAlgEquivOfSurjective_mk, CliffordAlgebraDualNumber.equiv_ι, Algebra.Presentation.algebraTensorAlgEquiv_symm_relation, NumberField.InfinitePlace.even_nat_card_aut_of_not_isUnramified, AlgEquiv.ofLeftInverse_symm_apply, Subalgebra.LinearDisjoint.val_mulMap_tmul, minpoly.equivAdjoin_toAlgHom, RingCon.quotientKerEquivRangeₐ_mkₐ, GradedTensorProduct.comm_coe_tmul_coe, NumberField.InfinitePlace.isUnramified_iff_stabilizer_eq_bot, DoubleQuot.quotQuotEquivCommₐ_toRingEquiv, Algebra.TensorProduct.Algebra.TensorProduct.commRight_symm_tmul, AlgebraicIndependent.aevalEquivField_apply_coe, AlgEquiv.quotientBot_symm_mk, AlgEquiv.val_inv_algHomUnitsEquiv_symm_apply, MvPolynomial.toMvPowerSeries_pUnitAlgEquiv, AlgEquiv.moduleEndSelfOp_symm_apply, AlgEquiv.map_det, FiniteField.instIsCyclicAlgEquivOfFinite, AlgebraicIndependent.aevalEquiv_apply_coe, Subalgebra.rTensorBot_symm_apply, StandardEtalePresentation.aeval_val_equivMvPolynomial, Subalgebra.LinearDisjoint.mulMapLeftOfSupEqTop_tmul, isConjRoot_iff_orbitRel, IsAdjoinRoot.lift_algEquiv, NumberField.IsCMField.complexConj_eq_self_iff, Polynomial.Bivariate.swap_C, Matrix.uniqueAlgEquiv_symm_apply, Matrix.transposeAlgEquiv_apply, InfiniteGalois.finGaloisGroupFunctor_map_proj_eq_proj, DoubleQuot.quotQuotEquivQuotSupₐ_toRingEquiv, IsSemisimpleModule.exists_end_algEquiv_pi_matrix_end, Algebra.IsAlgebraic.algEquivEquivAlgHom_apply, MvPolynomial.pderiv_inr_universalFactorizationMap_X, MvPolynomial.sumAlgEquiv_symm_apply, Algebra.TensorProduct.tensorTensorTensorComm_tmul, exists_linearIndependent_algEquiv_apply, TensorAlgebra.equivDirectSum_symm_apply, InfiniteGalois.restrictNormalHom_continuous, AlgEquiv.algebraMap_eq_apply, MvPolynomial.eval₂_pUnitAlgEquiv_symm, Algebra.Presentation.tensorModelOfHasCoeffsEquiv_symm_tmul, QuaternionAlgebra.re_swapEquiv_apply, AlgEquiv.toLinearMap_apply, AlgEquiv.toEquiv_eq_coe, IntermediateField.coe_equivMap_apply, AddMonoidAlgebra.scalarTensorEquiv_symm_single, krullTopology_mem_nhds_one_iff, Field.nonempty_algEquiv_of_range_minpoly_eq, AlgEquiv.fieldRange_eq_top, AlgEquiv.prodQuotientOfIsIdempotentElem_apply_fst, IsCyclotomicExtension.nonempty_algEquiv_adjoin_of_exists_isPrimitiveRoot, Algebra.algebraMap_intNorm_of_isGalois, AlgEquiv.smul_units_def, Matrix.reindexAlgEquiv_apply, MonoidAlgebra.curryAlgEquiv_symm_single, AlgEquiv.comp_symm, Polynomial.toFinsuppIsoAlg_apply, MulSemiringAction.toAlgAut_apply, minpoly.coe_equivAdjoin, krullTopology_mem_nhds_one_iff_of_normal, MvPolynomial.optionEquivLeft_monomial, RatFunc.ofFractionRing_eq, Algebra.IsAlgebraic.algEquivEquivAlgHom_symm_apply, Matrix.dualNumberEquiv_apply, AlgEquiv.opComm_symm_apply_apply, AlgEquiv.moduleEndSelf_symm_apply, FiniteField.frobeniusAlgEquiv_apply, Polynomial.aeval_algEquiv, galLiftEquiv_algebraMap_apply, Algebra.TensorProduct.quotIdealMapEquivTensorQuot_mk, IsGalois.map_fixingSubgroup, support_subset_support_matPolyEquiv, Matrix.toLinAlgEquiv'_toMatrixAlgEquiv', Polynomial.algEquivAevalNegX_apply, StandardEtalePresentation.toPresentation_algebra_algebraMap_apply, MvPolynomial.optionEquivLeft_symm_apply, IntermediateField.fixingSubgroup_isOpen, AlgEquiv.ofRingEquiv_toEquiv, AlgEquiv.opComm_symm_apply_symm_apply, IsAdjoinRoot.ofAlgEquiv_map_apply, Matrix.kroneckerTMulAlgEquiv_apply, AlgEquiv.injective, MvPolynomial.algebraTensorAlgEquiv_tmul, Algebra.TensorProduct.comm_tmul, matPolyEquiv_symm_map_eval, CommAlgCat.isoMk_inv, endVecAlgEquivMatrixEnd_symm_apply_apply, Real.nonempty_algEquiv_or, MvPolynomial.mem_support_coeff_finSuccEquiv, AlgEquiv.linearEquivConj_mulRight, IsLocalization.algEquiv_symm_apply, Matrix.toLinAlgEquiv'_one, IntermediateField.botEquiv_def, Quaternion.re_snd_dualNumberEquiv, DoubleQuot.quotQuotEquivQuotOfLEₐ_toRingEquiv, NumberField.InfinitePlace.mem_stabilizer_mk_iff, mem_galBasis_iff, Polynomial.mapAlgEquiv_coe_ringHom, AdjoinRoot.quotEquivQuotMap_symm_apply, AlgEquiv.piCongrLeft_symm_apply, krullTopology_discreteTopology_of_finiteDimensional, Algebra.TensorProduct.opAlgEquiv_tmul, StandardEtalePresentation.toPresentation_val, Polynomial.algEquivOfCompEqX_apply, matPolyEquiv_eval, IsGaloisGroup.mulEquivAlgEquiv_symm_apply, AlgEquiv.mopMatrix_symm_apply, AlgEquiv.equivCongr_refl, AlgEquiv.restrictNormalHom_apply, InfiniteGalois.mk_toAlgEquivAux, AlgEquiv.coe_fun_injective, AlgEquiv.liftNormal_commutes, MvPolynomial.pUnitAlgEquiv_monomial, algEquivIsoAlgebraIso_hom, AlgEquiv.toRingEquiv_toOpposite, Matrix.transposeAlgEquiv_symm_apply, FiniteField.bijective_frobeniusAlgEquivOfAlgebraic_pow, IntermediateField.le_iff_le, AlgEquiv.ofAlgHom_apply, NumberField.IsCMField.RingOfIntegers.complexConj_eq_self_iff, AddMonoidAlgebra.domCongr_apply, Polynomial.algEquivCMulXAddC_symm_apply, InfiniteGalois.fixedField_bot, AlgEquiv.apply_faithfulSMul, AlgEquiv.coe_algHom_ofAlgHom, CliffordAlgebra.evenEquivEvenNeg_symm_apply, Algebra.TensorProduct.comm_comp_map, MvPolynomial.finSuccEquiv_rename_finSuccEquiv, Quaternion.snd_imI_dualNumberEquiv_symm, IsPrimitiveRoot.autToPow_spec, RCLike.conjAe_coe, PowerBasis.equivOfRoot_aeval, InfiniteGalois.proj_of_le, Algebra.Generators.ofAlgEquiv_val, Module.End.mulSemiringActionToAlgEquiv_conjAct_surjective, MvPolynomial.tensorEquivSum_one_tmul_X, Polynomial.Gal.card_complex_roots_eq_card_real_add_card_not_gal_inv, AdjoinRoot.coe_algEquivOfEq, IsSemisimpleModule.exists_end_algEquiv_pi_matrix_divisionRing, Differential.algEquiv_deriv', AlgEquiv.op_symm_apply_apply, AlgEquiv.piCongrRight_apply, AdjoinRoot.equiv'_apply, FiniteField.Extension.exists_frob_pow_eq, Algebra.TensorProduct.prodRight_tmul, Algebra.TensorProduct.prodRight_tmul_snd, Polynomial.algEquivAevalXAddC_apply, MvPolynomial.universalFactorizationMapPresentation_σ', IsSemisimpleRing.exists_algEquiv_pi_matrix_divisionRing_finite, Algebra.IsPushout.equiv_symm_algebraMap_right, NumberField.InfinitePlace.mem_orbit_iff, MonoidAlgebra.domCongr_support, IsSimpleRing.exists_algEquiv_matrix_of_isAlgClosed, autEquivRootsOfUnity_apply_rootOfSplit, matPolyEquiv_symm_X, IntermediateField.fixedField_bot, AlgebraicIndependent.aevalEquivField_algebraMap_apply_coe, AlgEquiv.uniqueProd_apply, FractionalIdeal.map_map_symm, DoubleQuot.quotQuotEquivComm_comp_quotQuotMkₐ, FixedPoints.toAlgAut_bijective, IsGalois.fixingSubgroup_normal_of_isGalois, IsCyclotomicExtension.fromZetaAut_spec, Algebra.Presentation.quotientEquiv_mk, IsAdjoinRoot.algEquiv_root, InfiniteGalois.algEquivToLimit_continuous, IsAdjoinRoot.algEquiv_map, Module.Basis.toMatrix_reindex', MvPolynomial.esymmAlgEquiv_apply, LinearMap.toMatrixAlgEquiv_apply', trace_eq_sum_automorphisms, IsScalarTower.AlgEquiv.restrictNormalHom_comp_apply, IntermediateField.restrictNormalHom_ker, IsAdjoinRoot.liftHom_algEquiv, IsFractionRing.algEquiv_commutes, IntermediateField.equivOfEq_apply, NormedAlgebra.Complex.nonempty_algEquiv, krullTopology_t2, algebraicClosure.map_eq_of_algEquiv, NumberField.IsCMField.infinitePlace_complexConj, MvPolynomial.optionEquivLeft_symm_C_X, IsAlgClosed.nonempty_algEquiv_or_of_finrank_eq_two, IntermediateField.liftAlgEquiv_apply, NumberField.ComplexEmbedding.IsConj.comp, MvPolynomial.finSuccEquiv_X_zero, MvPolynomial.degreeOf_eq_natDegree, IsGalois.tfae, CliffordAlgebra.involuteEquiv_symm_apply, AlgEquiv.trans_apply, DoubleQuot.coe_quotQuotEquivCommₐ, LinearEquiv.conjAlgEquiv_surjective, FractionalIdeal.map_symm_map, NumberField.InfinitePlace.even_card_aut_of_not_isUnramifiedIn, SkewMonoidAlgebra.domCongr_single, Algebra.intNorm_map_algEquiv, StandardEtalePresentation.toPresentation_relation, AlgEquiv.prodUnique_symm_apply, AlgEquiv.invFun_eq_symm, QuaternionAlgebra.imJ_swapEquiv_apply, AlgEquiv.toAlgHomHom_apply, InfiniteGalois.limitToAlgEquiv_symm_apply, QuaternionAlgebra.imI_swapEquiv_apply, AlgEquiv.uniqueProd_symm_apply, AlgEquiv.symm_toRingEquiv, AddMonoidAlgebra.scalarTensorEquiv_tmul, separableClosure.map_eq_of_algEquiv, AlgEquiv.restrictScalars_injective, Polynomial.Bivariate.pderiv_one_equivMvPolynomial, Polynomial.residueFieldMapCAlgEquiv_symm_X, coe_algEquiv_lpBCF_symm, MvPolynomial.algebraTensorAlgEquiv_symm_monomial, spectralNorm_eq_of_equiv, AlgEquiv.aut_mul, LinearMap.toMatrixAlgEquiv_reindexRange, MvPolynomial.optionEquivLeft_elim_eval, MvPolynomial.optionEquivLeft_symm_X, WithLp.unitizationAlgEquiv_apply, NumberField.ComplexEmbedding.IsReal.isConjGal_one, MulSemiringAction.toRingEquiv_algEquiv, AlgEquiv.sumArrowEquivProdArrow_apply, AlgEquiv.subalgebraMap_symm_apply_coe, matPolyEquiv_coeff_apply_aux_2, AlgEquiv.funUnique_symm_apply, Algebra.TensorProduct.piScalarRight_tmul_apply, AlgEquiv.symm_bijective, Algebra.TensorProduct.lidOfCompatibleSMul_tmul, Algebra.FiniteType.exists_fgAlgCatSkeleton, MvPolynomial.supportedEquivMvPolynomial_symm_C, IsAdjoinRoot.ofAlgEquiv_root, AlgEquiv.bijective, IsSymmetricAlgebra.equiv_toAlgHom, MvPolynomial.tensorEquivSum_X_tmul_one, MvPolynomial.eval₂_pUnitAlgEquiv, Ideal.relNorm_map_algEquiv, AlgEquiv.toLinearEquiv_injective, AlgEquiv.equivCongr_trans, matPolyEquiv_smul_one, autAdjoinRootXPowSubC_root, LinearMap.toMatrixAlgEquiv_mul, matrixEquivTensor_apply, ContinuousAlgEquiv.coe_mk, AlgEquiv.toLieEquiv_apply, Algebra.TensorProduct.opAlgEquiv_symm_tmul, AlgEquiv.toAlgHom_apply, LaurentPolynomial.toLaurent_reverse, Subalgebra.mopAlgEquivOp_apply_coe, addMonoidAlgebraAlgEquivDirectSum_apply, NumberField.ComplexEmbedding.isConj_one_iff, AlgEquiv.prodCongr_symm_apply, AlgEquiv.surjective, MvPolynomial.optionEquivLeft_symm_C_C, matPolyEquiv_eq_X_pow_sub_C, Subalgebra.algEquivOpMop_symm_apply_coe, IntermediateField.fixingSubgroup_bot, Algebra.TensorProduct.lid_symm_apply, Polynomial.coe_taylorEquiv, DoubleQuot.quotQuotEquivQuotSupₐ_symm_toRingEquiv, RingCon.quotientQuotientEquivQuotientₐ_coe_coe, AlgEquiv.ofBijective_apply_symm_apply, AlgEquiv.opOp_symm_apply, Algebra.TensorProduct.leftComm_symm_tmul, MvPolynomial.tensorEquivSum_C_tmul_C, MvPolynomial.IsHomogeneous.finSuccEquiv_coeff_isHomogeneous, IntermediateField.mem_fixingSubgroup_iff, Subalgebra.rTensorBot_tmul, Polynomial.IsDistinguishedAt.algEquivQuotient_apply, IntermediateField.intermediateFieldMap_symm_apply_coe, CliffordAlgebra.reverseOpEquiv_apply, Matrix.toLpLinAlgEquiv_symm_apply, AlgEquiv.toRingEquiv_symm, NumberField.ComplexEmbedding.IsConj.isUnramified_mk_iff, InfiniteGalois.fixingSubgroup_isClosed, LaurentPolynomial.invert_C, AlgEquiv.piCongrLeft'_symm_apply, AddMonoidAlgebra.curryAlgEquiv_single, NumberField.IsCMField.complexConj_torsion, Polynomial.residueFieldMapCAlgEquiv_algebraMap, Polynomial.Bivariate.equivMvPolynomial_C_C, RatFunc.toFractionRingAlgEquiv_apply, CliffordAlgebra.equivOfIsometry_apply, AlgEquiv.ofRingEquiv_symm_apply, Algebra.TensorProduct.rid_symm_apply, LinearMap.toMatrixAlgEquiv_transpose_apply, Matrix.piAlgEquiv_apply, FiniteField.natCard_algEquiv_extension, MonoidAlgebra.domCongr_apply, Quaternion.fst_re_dualNumberEquiv_symm, coe_algEquiv_lpBCF, AlgEquiv.coe_restrictScalars_symm', Quaternion.imI_snd_dualNumberEquiv, Polynomial.taylorLinearEquiv_apply_coe, Equiv.algEquiv_symm_apply, QuaternionAlgebra.imK_swapEquiv_apply, IsSimpleRing.exists_algEquiv_matrix_divisionRing, polyEquivTensor_symm_apply_tmul_eq_smul, Differential.algEquiv_deriv, IntermediateField.fixingSubgroup_sup, IsAdjoinRoot.algEquiv_apply_map, PowerBasis.equivOfRoot_gen, NumberField.ComplexEmbedding.orderOf_isConj_two_of_ne_one, AlgEquiv.coe_coe, AlgEquiv.congr_fun, cyclotomicCharacter.continuous, Matrix.toLinAlgEquiv_toMatrixAlgEquiv, NumberField.IsCMField.Units.complexConj_eq_self_iff, AlgEquiv.coe_trans, LaurentPolynomial.invert_comp_C, MvPolynomial.totalDegree_coeff_optionEquivLeft_le, Algebra.botEquiv_symm_apply, LinearMap.toMatrixAlgEquiv_transpose_apply', IsGaloisGroup.map_mulEquivAlgEquiv_fixingSubgroup, MonoidAlgebra.curryAlgEquiv_single, IsCyclotomicExtension.autEquivPow_symm_apply, Polynomial.residueFieldMapCAlgEquiv_symm_C, AlgEquiv.algHomUnitsEquiv_apply_apply, Rat.ringOfIntegersWithValEquiv_apply, RingCon.coe_quotientKerEquivRangeₐ_mkₐ, StandardEtalePresentation.equivRing_symm_X, Ideal.relNorm_comap_algEquiv, AlgEquiv.extendScalarsOfSurjective_apply, NumberField.ComplexEmbedding.exists_comp_symm_eq_of_comp_eq, Algebra.Smooth.exists_subalgebra_fg, IsGalois.mem_bot_iff_fixed, AlgEquiv.autCongr_trans, MvPolynomial.esymmAlgEquiv_symm_apply, Shrink.algEquiv_symm_apply, IsCyclotomicExtension.autEquivPow_apply, LinearMap.toMatrixAlgEquiv'_comp, Algebra.IsStandardSmoothOfRelativeDimension.exists_subalgebra_fg, AlgEquiv.congr_arg, IsCyclotomicExtension.Rat.galEquivZMod_smul_of_pow_eq, isCyclic_tfae, LaurentPolynomial.invert_T, MvPolynomial.commAlgEquiv_C_X, IsGalois.ofDual_intermediateFieldEquivSubgroup_apply, Polynomial.map_taylorEquiv_degreeLT, AlgEquiv.apply_smulCommClass, IsCyclotomicExtension.nonempty_algEquiv_adjoin_of_isSepClosed, Polynomial.coe_mapAlgEquiv, Localization.coe_algEquiv_symm, MvPolynomial.renameSymmetricSubalgebra_apply_coe, AlgEquiv.mapMatrix_apply, Quaternion.imK_snd_dualNumberEquiv, prod_galRestrict_eq_norm, AlgEquiv.coe_ringHom_commutes, LaurentPolynomial.involutive_invert, MvPolynomial.eval_polynomial_eval_finSuccEquiv, MvPolynomial.pderiv_inl_universalFactorizationMap_X, autEquivRootsOfUnity_smul, Localization.algEquiv_symm_apply, AlgEquiv.toRingEquiv_eq_coe, AlgEquiv.toAlgebraIso_hom, AdjoinRoot.coe_algEquivOfAssociated, AdicCompletion.ofAlgEquiv_symm_of, RatFunc.toFractionRing_eq, AlgEquiv.toLinearEquiv_apply
|